Titlebook: CONCUR 2011 -- Concurrency Theory; 22nd International C Joost-Pieter Katoen,Barbara K?nig Conference proceedings 2011 Springer-Verlag GmbH

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Generalized Universalityultiply..This paper presents, two decades after .-set consensus was introduced, the generalization with .?>?1 of state machine replication. We show that with .-set consensus, any number of processes can emulate . state machines of which at least one remains highly available. While doing so, we also

虛度

On Causal Semantics of Petri Netsen multiplicity does not occur. For this subclass, we define abstract processes as equivalence classes of Goltz-Reisig processes. We justify this approach by showing that we obtain exactly one maximal abstract process if and only if the underlying net is conflict-free with respect to a canonical not

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On Expressive Powers of Timed Logics: Comparing Boundedness, Non-punctuality, and Deterministic Freexpressiveness of a recently proposed deterministic freeze logic .[..,..] (with NP-complete satisfiability) to .. As our second main result, we show by an explicit reduction that .[..,..] lies strictly within the unary, non-punctual logic .[..,.. ]. This shows that deterministic freezing with punctua

關(guān)心

Advanced Ramsey-Based Büchi Automata Inclusion Testingmples. The new algorithm was implemented and tested on automata derived from real-world model checking benchmarks, and on the Tabakov-Vardi random model, thus showing the usefulness of the proposed techniques.

Foam-Cells

Full Abstraction in a Subtyped pi-Calculus with Linear Typesed calculus, we introduce a new proof method centring on non-deterministic computational adequacy and definability. Partially suggested by a technique used by Quaglia and Walker for their full abstraction result, the new proof method extends the framework used in game-based semantics to the May/Must

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https://doi.org/10.1007/978-3-642-23217-6concurrent processes; distributed computing; model checking; probabilistic automata; reactive systems; sy

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978-3-642-23216-9Springer-Verlag GmbH Berlin Heidelberg 2011